IoT based Linear Models Analysis for Demand-Side Management of Energy in Residential Buildings

Hammad Shaikh, A. Khan, Muhammad Rauf, Asim Nadeem, Muhammad Taha Jilani, Muhammad Talha Khan
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引用次数: 2

Abstract

In modern homes, energy consumption accounts for most of the economic aspects and environmental sustainability. Intelligent energy management and its control play an important role in energy supply and demand; and it will change behavior and environmental changes. For energy management and its control, a hybrid Internet of Things (IoT) and personal wireless network-based devices have been developed. In terms of the need-side-management approach, the use of energy can be intelligently controlled by the device for greater durability. In this study, electricity consumption and utilization are categorized accurately based on data collected from consumer behavior in energy consumption and utilization. First, the data cut through the device is used to identify and summarize the power consumption patterns hidden in the data. Second, the different linear mode algorithms extracted from the Schick-Lear Python library will be used for energy consumption and its intelligent power control. By analyzing different algorithms, the predictive score is found to be sufficiently efficient for the recurrence prediction, while the multi-step and lead-time technique proved to be suitable for multidimensional energy prediction. Results show that root squared mean error (RSME) performance of the predictive model increased by 35% in the lead time approach. Similarly, in per day approach it is 33% more efficient than the recursive model when residual energy forecasting is utilized.
基于物联网的住宅建筑能源需求侧线性模型分析
在现代家庭中,能源消耗占经济方面和环境可持续性的大部分。智能能源管理及其控制在能源供需中发挥着重要作用;它会改变人们的行为,改变环境。对于能源管理及其控制,一种基于物联网(IoT)和个人无线网络的混合设备已经被开发出来。在需求侧管理方法方面,可以通过设备智能控制能源的使用,从而提高耐用性。在本研究中,通过收集消费者在能源消耗和利用方面的行为数据,对电力消耗和利用进行了准确的分类。首先,通过设备的数据切割来识别和总结隐藏在数据中的功耗模式。其次,将从Schick-Lear Python库中提取的不同线性模式算法用于能耗及其智能功率控制。通过对不同算法的分析,发现预测分数法对于递归预测是足够有效的,而多步提前期法适用于多维能量预测。结果表明,在提前期方法下,预测模型的均方根误差(RSME)性能提高了35%。同样,在每日方法中,当使用剩余能量预测时,它比递归模型效率高33%。
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